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The structure of connected (graded) Hopf algebras
10
Citations
23
References
2020
Year
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M. Lothaire
Cambridge University Press eBooks
Combinatorics On WordEngineeringCombinatory AnalysisComputational LinguisticsBook Combinatorics +11
2002
1.7K
Modules over regular algebras of dimension 3
Michael Artin, John Tate, Michel Van den Bergh
Inventiones mathematicae
Commutative AlgebraRegular AlgebrasModern AlgebraRing Theory
1991
331
Finite Quantum Groups and Cartan Matrices
Nicolás Andruskiewitsch, Hans‐Jürgen Schneider
Advances in Mathematics
Finite Quantum GroupsQuantum ScienceGeometric Group TheoryQuantum GroupsRepresentation Theory +4
2000
237
An introduction to commutative and noncommutative Gröbner bases
Teo Mora
Theoretical Computer Science
Algebraic StructureNon-commutative AlgebraNoncommutative Gröbner BasesRepresentation Theory
1994
235
Some properties of non-commutative regular graded rings
Thierry Levasseur
Glasgow Mathematical Journal
Noetherian RingRing TheoryCommutative AlgebraM. AuslanderNon-commutative Algebra +2
1992
219
Dualising complexes and twisted Hochschild (co)homology for noetherian Hopf algebras
Ken A. Brown, J.J. Zhang
Journal of Algebra
Hopf AlgebraUniversal AlgebraNoetherian Hopf Algebras
2008
143
Skew Calabi–Yau algebras and homological identities
Manuel L. Reyes, D. Rogalski, James J. Zhang
Skew Calabi–yau AlgebrasLie Algebra
2014
118
A quantum analog of the Poincare-Birkhoff-Witt theorem
V. K. Kharchenko
Algebra and Logic
Quantum ScienceEngineeringQuantum Field TheoryQuantum AlgebraQuantum Analog +1
1999
103
Standard Lyndon bases of Lie algebras and enveloping algebras
Pierre Lalonde, Arun Ram
Transactions of the American Mathematical Society
Lyndon WordsRepresentation TheoryAnnotation Encoding=Quantum AlgebraStandard Bracketings +3
1995
75
Noetherian Hopf algebra domains of Gelfand–Kirillov dimension two
K. R. Goodearl, J.J. Zhang
Hopf AlgebraGelfand–kirillov Dimension TwoCommutative Algebra
2009
56
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